| Product Number | 4848-7-X2 |
| Purity | 97 % |
| CAS | 3792-04-9 |
| MDL Number | MFCD00018893 |
| Molecular Formula | C9H7ClF3NO |
| Molecular Weight | 237.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4848-7-X2
CAS: 3792-04-9
Molecule Weight: 237.61
Formula: C9H7ClF3NO
PN: 4848-3-02
CAS: 344-62-7
Molecule Weight: 203.164
Formula: C9H8F3NO
![2-Chloro-N-[4-chloro-2-(trifluoromethyl)phenyl]acetamide](data:image/png;base64,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)
PN: 4848-7-13
CAS: 379255-37-5
Molecule Weight: 272.05
Formula: C9H6Cl2F3NO
![N1-[4-Bromo-2-(trifluoromethyl)phenyl]-2-chloroacetamide](data:image/png;base64,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)
PN: 4848-F-01
CAS: 218288-14-3
Molecule Weight: 316.5
Formula: C9H6BrClF3NO
PN: 4858-3-42
CAS: 134514-34-4
Molecule Weight: 218.179
Formula: C9H9F3N2O
PN: 4848-7-X6
CAS: 2707-23-5
Molecule Weight: 237.61
Formula: C9H7ClF3NO
PN: 4848-3-52
CAS: 125686-52-4
Molecule Weight: 245.245
Formula: C12H14F3NO
PN: 4748-5-31
CAS: 37394-93-7
Molecule Weight: 183.64
Formula: C9H10ClNO
Melting Point: 92-94 ℃
TSCA: Not listed on TSCA inventory